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检索条件"主题词=triangular arrays"
49 条 记 录,以下是1-10 订阅
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ALGORITHMIC FAULT TOLERANCE FOR MATRIX OPERATIONS ON triangular arrays
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PARALLEL COMPUTING 1989年 第2期10卷 207-219页
作者: MEGSON, GM EVANS, DJ LOUGHBOROUGH UNIV TECHNOL DEPT COMP STUDIESLOUGHBOROUGH LE11 3TULEICSENGLAND
In this paper the technique of algorithm-based fault tolerance which is used to detect and correct transient or permanent hardware faults by checksum matrices is reconsidered for triangular systolic arrays. Linear err... 详细信息
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Convergence rates in the functional CLT for α-mixing triangular arrays
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STOCHASTIC PROCESSES AND THEIR APPLICATIONS 2023年 第1期161卷 242-290页
作者: Hafouta, Yeor Ohio State Univ Dept Math Columbus OH 43210 USA
We obtain convergence rates (in the Levi-Prokhorove metric) in the functional central limit theorem (CLT) for partial sums Sn = n-ary sumation nj=1 xi j,n of triangular arrays {xi 1,n, xi 2,n, . . . , xi n,n} satisfyi... 详细信息
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A Note on the ASCLT for triangular arrays of Random Variables with an Extension to U-statistics
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Acta Mathematica Sinica,English Series 2012年 第9期28卷 1907-1916页
作者: Yong ZHANG Xiao Yun YANG College of Mathematics Jilin University
In this paper, we obtain an almost sure central limit theorem for products of independent sums of positive random variables. An extension of the result gives an ASCLT for the U-statistics.
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Central limit theorem for triangular arrays of non-homogeneous Markov chains
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PROBABILITY THEORY AND RELATED FIELDS 2012年 第3-4期154卷 409-428页
作者: Peligrad, Magda Univ Cincinnati Dept Math Sci Cincinnati OH 45221 USA
In this paper we obtain the central limit theorem for triangular arrays of non-homogeneous Markov chains under a condition imposed to the maximal coefficient of correlation. The proofs are based on martingale techniqu... 详细信息
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STRONG INVARIANCE-PRINCIPLES FOR triangular arrays OF WEAKLY DEPENDENT RANDOM-VARIABLES
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CANADIAN JOURNAL OF STATISTICS-REVUE CANADIENNE DE STATISTIQUE 1995年 第3期23卷 299-310页
作者: DABROWSKI, AR ZOGLAT, A UNIV OTTAWA DEPT MATH & STATOTTAWAON K1N 6N5CANADA UNIV MONCTON DEPT MATHMONCTONNB E1A 3E9CANADA
We establish a strong invariance principle for triangular arrays of a broad class of weakly dependent real random variables. We approximate the original array of dependent random variables by an array of rowwise indep... 详细信息
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A Central Limit Theorem for incomplete U-statistics over triangular arrays
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BRAZILIAN JOURNAL OF PROBABILITY AND STATISTICS 2021年 第3期35卷 499-522页
作者: Loewe, Matthias Terveer, Sara Univ Munster Fachbereich Math & Informat Einsteinstr 62 D-48149 Munster Germany
We analyze the fluctuations of incomplete U-statistics over a triangular array of independent random variables. We give criteria for a Central Limit Theorem (CLT, for short) to hold in the sense that we prove that an ... 详细信息
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A limiting distribution for maxima of discrete stationary triangular arrays with an application to risk due to avalanches
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EXTREMES 2016年 第1期19卷 25-40页
作者: Dkengne, Pascal Sielenou Eckert, Nicolas Naveau, Philippe Univ Grenoble Alpes IRSTEA UR ETGR Eros Torrentielle Neige & Avalanches 2 Rue PapeterieBP 76 St Martin dHeres F-38402 Grenoble France CENS LSCE Orme Merisiers Bat 701 CE Saclay F-91191 Gif Sur Yvette France
In this paper, we generalize earlier work dealing with maxima of discrete random variables. We show that row-wise stationary block maxima of a triangular array of integer valued random variables converge to a Gumbel e... 详细信息
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On complete convergence of triangular arrays of independent random variables
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STATISTICS & PROBABILITY LETTERS 2007年 第10期77卷 952-963页
作者: Berkes, Istvan Weber, Michel Graz Univ Technol Dept Stat A-8010 Graz Austria Univ Strasbourg 1 Math IRMA F-67084 Strasbourg France CNRS F-67084 Strasbourg France
Given a triangular array a = {a(n,k), 1 = 1} of positive reals, we study the complete convergence property of T-n = Sigma(kn)(k=1)a(n,k)X(n,k) for triangular arrays X = {X-n,X-k, 1 = 1} of independent random variables... 详细信息
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THINNING ALGORITHMS ON RECTANGULAR, HEXAGONAL, AND triangular arrays
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COMMUNICATIONS OF THE ACM 1972年 第9期15卷 827-&页
作者: DEUTSCH, ES Univ. of Maryland College Park
In this report three thinning algorithms are developed: one each for use with rectangular, hexagonal, and triangular arrays. The approach to the development of each algorithm is the same. Pictorial results produced by... 详细信息
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MAXIMA OF POISSON-LIKE VARIABLES AND RELATED triangular arrays
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ANNALS OF APPLIED PROBABILITY 1997年 第4期7卷 953-971页
作者: Anderson, Clive W. Coles, Stuart G. Husler, Jurg Univ Sheffield Sch Math & Stat Sheffield S3 7RH S Yorkshire England Univ Lancaster Dept Math & Stat Lancaster LA1 4YF England Univ Bern Inst Math Stat & Versicherungslehre CH-3012 Bern Switzerland
It is known that maxima of independent Poisson variables cannot be normalized to converge to a nondegenerate limit distribution. On the other hand, the Normal distribution approximates the Poisson distribution for lar... 详细信息
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